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QuestionPriscilla's patch produces 6 lbs of strawberries for every 12 ft of plants. Find the equation for pounds (P)(P) per feet (f)(f): P=0.5fP = 0.5f

Studdy Solution

STEP 1

Assumptions1. The strawberry patch produces6 pounds of strawberries for every12 feet of strawberry plants. . We need to find an equation that shows the total pounds of strawberries () per feet of plants (f).

STEP 2

First, we need to find the rate of strawberries produced per foot of plant. We can do this by dividing the total pounds of strawberries by the total feet of plants.
Rate=Total pounds of strawberriesTotal feet of plantsRate = \frac{Total\, pounds\, of\, strawberries}{Total\, feet\, of\, plants}

STEP 3

Now, plug in the given values for the total pounds of strawberries and total feet of plants to calculate the rate.
Rate=6 pounds12 feetRate = \frac{6\, pounds}{12\, feet}

STEP 4

Calculate the rate of strawberries produced per foot of plant.
Rate=6 pounds12 feet=0. pounds/footRate = \frac{6\, pounds}{12\, feet} =0.\, pounds/foot

STEP 5

Now that we have the rate, we can write an equation that shows the total pounds of strawberries () per feet of plants (f). The equation is=Rate×f = Rate \times f

STEP 6

Plug in the value for the rate to get the final equation.
=0.5f =0.5fPriscilla's strawberry patch will produce0.5 pounds of strawberries for every foot of strawberry plants.

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